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New science in plain sight: Citizen scientists lead to the discovery of optical structure in the upper atmosphere
MacDonald E.A., Kosar B., Heavner M., Donovan E., Megan Gillies D., Gallardo-Lacourt B., Archer W.E., Spanswick E.L., Connors M., Jackel B., Knudsen D.J., Nishimura Y., Case N.A., Bourassa N., Ratzlaff C., Schofield I.
Identifying STEVE's Magnetospheric Driver Using Conjugate Observations in the Magnetosphere and on the Ground
Chu X., Malaspina D., Andersson L., Ergun R.E., Thaller S., Akbari H., Zhao H., Gallardo-Lacourt B., Liang J., Donovan E., Ma Q., Liu J., Artemyev A., Larsen B., Reeves G., Wygant J., Breneman A., Tian S., Connors M., Archer W., MacDonald E.A.
Prostatectomy and other local treatments for oligometastatic prostate cancer: recent and ongoing trials
Fang A.M., MacDonald L.P., Gregg J.R., Siddiqui B.A., Tang Chad, Chapin B.F.
:title>Summary OMPCa is a unique disease state that may benefit from local therapy to the primary tumor
Electronic structure of the nucleobases
MacNaughton J., Moewes A., Kurmaev E.Z.
Ten considerations for effectively managing the COVID-19 transition
Habersaat K.B.
disease 2019 (COVID-19). While the majority of these measures are proving effective, they have a high
FEATURES OF THE USAGE OF POLITICAL PR MODERN METHODS IN DONALD TRUMP'S PRESIDENTIAL ELECTION CAMPAIGNS
Shiyan M.E.
of the election campaigns in the United States in general, as well as the election campaigns of Donald Trump
Estimates of the uniform modulus of continuity for Bessel potentials
Goldman M.L., Malysheva A.V., Haroske D.
by the convolutions of functions with Bessel-MacDonald kernels G α. In this paper we characterize the integral
SPIRITUALITY AND IRRATIONAL BELIEFS OF MOVEMENT ACTIVITIES IN SLOVAKS AND CZECHS
Cergetova I.T., Maturkanic P., Hlad L., Biryukova Y.N., Martin J.G.
by means of the Expres- sions of Spiritual Inventory-Revised - ESI-R (MacDonald, 2000). The irrational
Estimates for continuity envelopes and approximation numbers of Bessel potentials
Goldman M.L., Haroske D.D.
. They are constructed on the basis of a rearrangement-invariant space (RIS) by using convolutions with Bessel-MacDonald
Estimates for continuity envelopes and approximation numbers of generalized bessel potentials over lorentz space
Alkhalil N.H.
. They are constructed on the basis of a rearrangement-invariant space (RIS) by using convolutions with Bessel– MacDonald

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